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  1. 1

    Constraint equations for the inverse kinematics of 6R/P manipulators by Cacas, Eidref Jofel DV

    Published 2023
    Thesis

    Constraint equations for the inverse kinematics of 6R/P manipulators
  2. 2

    The real orthogonal group and Vahlen matrices by Kunwor, Bimal

    Published in Science Diliman (2016)
    Article

    The real orthogonal group and Vahlen matrices
  3. 3

    Understanding geometric algebra Hamilton, Grassmann, and Clifford for computer vision and graphics by Kanatani, Kenichi

    Published 2015
    Book

    Understanding geometric algebra Hamilton, Grassmann, and Clifford for computer vision and graphics
  4. 4

    Trace invariance for quaternion matrices by De la Cruz, Ralph John

    Published in Science Diliman (2015)
    Article

    Trace invariance for quaternion matrices
  5. 5

    Quaternion fourier transforms for signal and image processing by Ell, Todd A., Le Bihan, Nicolas, Sangwine, Stephen J.

    Published 2014
    Available for University of the Philippines Diliman via Wiley Online Library. Click here to access
    Electronic Resource

    Quaternion fourier transforms for signal and image processing
  6. 6

    Topics in quaternion linear algebra by Rodman, L.

    Published 2014
    Get full text
    Get full text
    Electronic Resource

    Topics in quaternion linear algebra
  7. 7

    Quaternions for computer graphics by Vince, John (John A.)

    Published 2011
    Available for University of the Philippines Diliman via Springerlink. Click here to access
    Electronic Resource

    Quaternions for computer graphics
  8. 8

    Decompositions involving quaternion matrices and complex partitioned matrices by Viloria, Jimmy Virtudes 1974-

    Published 2002
    Thesis

    Decompositions involving quaternion matrices and complex partitioned matrices
  9. 9

    Quaternion algebra applied to polygon theory in three dimensional space by Quee, Herman

    Published 1983
    Book

    Quaternion algebra applied to polygon theory in three dimensional space
  10. 10

    Miniquaternion geometry an introduction to the study of projective planes by Room, T. G. (Thomas Gerald)

    Published 1971
    Book

    Miniquaternion geometry an introduction to the study of projective planes

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